Add to ORKGAbstract. In this paper we consider the Minimum Time Problem with dynamics given by a differential inclusion. We prove that the minimum time function is semiconcave under suitable hypotheses on the multifunction F
We define the minimal time function associated with a collection of sets which is motivated by the o...
A minimum time problem with a nonlinear smooth dynamics and a target satisfying an internal sphere c...
AbstractThe reachable set multifunction of a Lipschitz differential inclusion is characterized in te...
To appear in Dynamics of Continuous, Discrete and Impulsive SystemsInternational audienceIn this pap...
We provide intrinsic sufficient conditions on a multifunction F and endpoint data phi so that the v...
The Minimum Time function T (x) of a nonlinear control system x ̇ = f(x, u) is the viscosity soluti...
The minimum time function T(·) of smooth control systems is known to be locally semiconcave provide...
This paper Continues our study of the minimum time problem with dynamics driven by a particular type...
We study the time optimal control problem with a general target $\mathcal S$ for a class of differen...
This paper studies the regularity of the minimum time function, T.(•), for a control system with a c...
AbstractIn this paper we provide sufficient conditions for the solution set of a semilinear differen...
summary:In this paper we consider evolution inclusions driven by a time-dependent sub\-differential....
A minimum time problem with a nonlinear smooth dynamics and a target sat-isfying an internal sphere ...
AbstractIn a general normed vector space, we study the minimal time function determined by a differe...
We define the minimal time function associated with a collection of sets which is motivated by the o...
A minimum time problem with a nonlinear smooth dynamics and a target satisfying an internal sphere c...
AbstractThe reachable set multifunction of a Lipschitz differential inclusion is characterized in te...
To appear in Dynamics of Continuous, Discrete and Impulsive SystemsInternational audienceIn this pap...
We provide intrinsic sufficient conditions on a multifunction F and endpoint data phi so that the v...
The Minimum Time function T (x) of a nonlinear control system x ̇ = f(x, u) is the viscosity soluti...
The minimum time function T(·) of smooth control systems is known to be locally semiconcave provide...
This paper Continues our study of the minimum time problem with dynamics driven by a particular type...
We study the time optimal control problem with a general target $\mathcal S$ for a class of differen...
This paper studies the regularity of the minimum time function, T.(•), for a control system with a c...
AbstractIn this paper we provide sufficient conditions for the solution set of a semilinear differen...
summary:In this paper we consider evolution inclusions driven by a time-dependent sub\-differential....
A minimum time problem with a nonlinear smooth dynamics and a target sat-isfying an internal sphere ...
AbstractIn a general normed vector space, we study the minimal time function determined by a differe...
We define the minimal time function associated with a collection of sets which is motivated by the o...
A minimum time problem with a nonlinear smooth dynamics and a target satisfying an internal sphere c...
AbstractThe reachable set multifunction of a Lipschitz differential inclusion is characterized in te...